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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFE0lEQVRYhe2VS4hcVRrHf+fcc0/dulVdVenuqm4rSdtRoxMzOqJiNNMGYUaDD0oFXbSPhaMzNoMLF+5mFgPqQlQQRW1xI4ILYSDQBIyOi0kMksQEjC0maN7vVFeq091Vt2/dxzkugiG2Jp0oRER/y8O95/t93zn8jwAs30dwEZG/ZPEfE5g7jYsmcGbnF13iTOwvLfDb46y3vlV787aj4dSVxppk68n9Xzz82VtbL4pAuzZ6RyMNPnC0kmnQQeRcbDsmxXIsnDIr1z/fBzTO+N4HKkA9NzYS/GyBNTc/1fnLn1dpN6Mj7z93a6QkfG7tyWRfk+axRilME/Iq82rJ9YdSa/ypePYKXe6Sys8QR7GZPHT8v8v+96/hnyyw5+9v2UsWLzLCVchrqqibB0m37E8w9kjy/x1e/csDlaLKShyJO9iNUAokCCnAWDrNGSYP1dnU3HPn8Gej6+YTUHMXrOeSRDGuI6HVkcmGXYBQYKvO0FUH+hcvCBNHDEgvI6UjDUKAwJCmgCBTz9J7IlQr+6784McanFfgqAjGSlG+pjIaOxsZITSc6k5BepkYKLfcNA1tYpB+poV2ktM/J6lCyYK6RdDbaKvdvW/El7/zT/dcAnOjmBsH/jB81LQ2dlptzIFJaZptaYNIkqQSYyVR4ou8d1KW/JNopxHvPFSNdxzsxxKhnERWik1ZLSGUY8o9PQrQFzQB75m/BsCt7dpoacIcHC8u6a+6PQWJkrCwiFUoty3zIuN+CQStj3ZenfEzuEsXHsGR/Qg80ZUNZbfvy3oKMADsOpvAeb1+4Usf9wJ3tSaar+sFuby3uNwgq48I7QTARmAVMECSNlCyZBNTsidm/HjncZl/8YGlP1vgO/YOv3a4cvt1VXdBviW0AkvEqRFrO9uJ4rXjASsGet1qT8tOBYV4/DD5lx48Z40fHAFAuzb6MnDHGUvHcmMjt2c8rWwcIzwdAT6paQE+EKTbD8rWbFDxs8oIRyZWCmy7M29TPxBo10a3AdpYq6biYDDFelj7x/2rX7RqYRErBQgiEhMCm4A6MCSK2TyWgnJUJJf3F8zmvaTToTlvgXZtFGDziah9rbVG7W5PcHmujBQycrM6zBXzoar0JM5Anw+UEHw888b6+6QQMjey6lNn2cLpgiuS1NeVdNM+bZsBZircciETeL8RtW4CmO5zG7esqm2UWt4ku7sKSOEBPtZO2zCW1loFDLk3VKUZPw7wFXC1umoR3uplhXTnUcy6r8hItWY+gdMXZNfqF+KerqLKlLtazoolSuQyGuUgtAMIadshpPZU6mEBYdAqMgLjZHUDizLNmX790AoVvbeZYOveaMErw5n5BE4H0e6oodxyl1F3LfdQjsaREmulDRNJt4f74A1gLDZOpIlSaVOjCGNfxkbbIKpQ0BX90Aplg4i0PoPePz3vO/C9I1jkFHGW9+He8yeVbPjaqKGl2DhBuAqkIFqzjeT4JJ0jk0yPH4zKywe1GuiGgqf1Yys1QLx2O/H2w0xs+yYaXPP0vRcksKW5Z1dla/8V4u312N2TiJybyGVVZaam6bz+CeH0jAmbM83qu0+WAe7+/NrX3rnxiaeyS8qk30yAgHQ2ornjQDi47pns+RSHOUF0ffHSf3/46HPPel4WLFgsnTQ2otXZl613NuTGRh6bu0G7NvoI8Din8qAFPJkbGzlr8p1T4Dsm73/zH8pR1zgZ51n/vb/Vz3ez3/mdXyXfAuzJHY1CwoOkAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur21715 1.3333333333333s linear infinite forwards;
}
